Step-5

Title: The general term of the arithmetic progression

Grade: 9-a Lesson: S3-L8

Explanation: Hello Students, time to practice and review the steps for the problem.

Lesson Steps

Step Type Explanation Answer

1

Problem

Find the general term of the arithmetic progression
\$5/6,35/24,25/12,65/24,...\$

2

Step

The given sequence is \$5/6,35/24,25/12,65/24,...\$

3

Step

The first term is

\$a = 5/6\$

4

Step

The common difference is

\$d = 35/24 - 5/6 = 5/8\$

5

Formula:

The general term of an AP is calculated by the formula

\$ a_n = a + (n-1)d\$

6

Hint

Substitute a,d values in formula

\$ a_n = 5/6 + (n-1)(5/8)\$

7

Step

The general term of the given AP is

\$ a_n = 5/8 n + 5/24\$

8

Answer

D

Tutor: Questions

Seq Type Question Audio

1

Problem

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2

Clue

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3

Hint

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4

Step

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5

Step

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